Banach Space Theory

Title/Citation
Revisiting the Bourgain-Tzafriri Restricted Invertibility Theorem

P.G. Casazza and J.C. Tremain, Revisiting the Bourgain-Tzafriri Restricted Invertibility Theorem, Operators and Matrices, Vol. 3, No. 1 (2009), 97-110.

The Reconstruction Property in Banach Spaces and a Perturbation Theorem

P.G. Casazza and O. Christensen, The Reconstruction Property in Banach Spaces and a Perturbation Theorem, Canad. Math. Bull. 51(2008), 348-358.

Coefficient Quantization for Frames in Banach Spaces

P.G. Casazza, S.J. Dilworth, E. Odell, T. Schlumprecht and A. Zsak, Coefficient Quantization for Frames in Banach Spaces, J. of Math. Analysis and Applications Vol. 348, Issue 1 (2008), 66-86.

Frame Expansions in Banach Spaces

P.G. Casazza, O. Christensen, and D. Stoeva, Frame Expansions in Banach Spaces, J. Math Anal. Appl. 307 (2005), 710-723.

Frames for Banach Spaces

P.G. Casazza, D. Han and D. Larson, Frames for Banach Spaces, Contemp. Math 247, The Functional and Harmonic Analysis of Wavelets and Frames, Baggett and Larson eds., (2000) 149-181.

Local Theory of Frames and Schauder Bases in Hilbert Space

P.G. Casazza, Local Theory of Frames and Schauder Bases in Hilbert Space, Illinois Journal of Mathematics, 43 no. 2 (1999) p. 291-306.

Frames and Schauder Bases

P.G. Casazza and Ole Christensen, Frames and Schauder Bases, Approximation Theory: In Memory of A.K. Varma, Marcel Dekker, Inc. Editors: N.K. Govil, R.N. Mohapatra, Z. Hashed, A. Sharma, and J. Szabados (book editor) (1998) p. 133-139.

Hilbert Space Frames Containing a Riesz Basis and Banach Spaces which have no Subspace Isomorphic to c_0

P.G. Casazza and O. Christensen, Hilbert Space Frames Containing a Riesz Basis and Banach Spaces which have no Subspace Isomorphic to c_0, J. of Math Anal. and Appl. 202 (1996) p. 940-950.